| Paper |
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| WEPLT133 |
On Beam Dynamics Optimization
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2149 |
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- D.A. Ovsyannikov, S.V. Merkuryev
St. Petersburg State University, St. Petersburg
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Mathematical optimization methods are widely used in designing and construction of charged particle accelerators. In this paper new approach to beam dynamics optimization is considered. Suggested approach to the problem is based on the analytical representation for variation of examined functionals via solutions of special partial differentional equations. The problem of optimization is considered as a problem of mutual optimization chosen synchronous particle motion and charged particles beam at whole. This approach was applied to the beam dynamics optimization for RFQ structures.
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